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Saniya Malik Computer Science & IT @UC40AYmq6wSte7K3SjZjXBnw@youtube.com

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Computer science and IT Video Lecture on Computer language,


09:37
Heading tag on HTML
07:25
Attributes of HTML Tag
10:28
Scheduling Algorithm|First come first serve|FCFS|Short trick Operating System|
06:27
Shortest Job First Scheduling|SJFS|Easy way algorithm |operating system|part 1
05:31
Shortest job first scheduling algorithm for(operating system) part 2
01:09
Standard input/Outputs function in C++ part 3
10:28
FCFS ALGORITHM OPERATING SYSTEM|FIRST COME|FIRST|Easy technique|OS
08:44
Introduction of Basic Tags|HTML|Easy Example|
10:00
STRUCTURE OF C++
02:33
Standard Input/Outputs function in C++ part 1
06:18
Standard Input/Output Function in C++ part 2
19:56
Introduction of cloud computing | easy way|overall cloud concept|service model
10:39
Divide and Conquer |algorithm| Easy away for students |solution with Reccurence
05:55
Binomial theorem in discrete mathematics in easy way| part 1
04:27
Binomial coefficient| part 2|Discrette Mathematics|quick learn|computer science
08:22
Generalization relationship | Representation | symbol | relationship in UML
07:28
Association VS Aggregation|Composition in UML|unified modelling language| |easy way| example
08:17
Relationship|Dependency|Association in UMl
11:16
Behavioral things|Annotational|Grouping in Unified Modeling Language in easy technique
12:58
Structural Things |part of Uml things |in UML|Easy way
09:46
Np | P problem in Theory of Computation(TOC)|easy way
07:23
Decidability | Undecidability in theory of computation
08:15
Post Correspondence problem with example|easy way| Theory of computation(Toc)
06:03
Animation in power point ( Ms power point in Computer)
07:33
Context free language using Linear bound Automata|LBA| input tape |Theory of computation|TOC
02:37
VI Editor in |Linux and shell programming |(Operating system) in quick learn
07:21
For loop in Linux and shell programming|operating system| quick way
05:46
Introduction of MS Power point| basic for students| easy learn
08:05
Designing of Turing Machine (TM)in Theory of Computation
06:09
Inserting of charts in MS Power Point|for beginners computer
07:52
Top down |bottom up approach | Theory of Computation|TOC|easy method
16:45
Airthmetic operator and if else Statment in Linux and Shell Programming (Operating system)
03:45
Basic shell script part 2 in Linux and Shell Programming
13:33
Basic command | Linux Shell programming|cat command|ls command |quick and easy ti learn
08:00
Conversion of context free language to context free Grammar in Thoery of Computation
12:24
Mail Merge in Ms Word
02:59
Coloring in graph with Chromatic number Discrete Mathematics
18:44
Introduction of tree, terminology of tree and Operations on tree in Discrete Mathematics
02:59
Colouring in graph|Chromatic number in easy way | Discrete Mathematics
21:26
Subgraph, Representation of graph,Operations on Graph and Homomorphism graph in Discrete mathematics
21:36
Euler graph|biperatate graph|planar graph|Hamilton graph in Discrete mathematics
19:59
Cycle|path|circut|cut vertices and cut edges|isomorphic graph in Discrete Mathematics
21:44
Introduction of graph , complete graph and Regular graph in Discrete Mathematics
12:17
Boolean expression in Discrete mathematics
16:31
Hasse Diagram in Discrete mathematics
17:25
Recrrunce Relation in Discrete mathematics
10:17
Inclusion-Exlusion principle in Discrete Mathematics
02:51
Inclusion-Exclusion pigeon hole principle part 2 in discrete mathematics
09:05
Pigeon hole principle in Discrete mathematics
08:48
Nested quantifiers in Discrete Mathematics
08:47
Quantifiers in Discrete mathematics
08:47
Quantifiers in Discrete mathematics
09:17
Introduction of predicate in Discrete mathematics
06:58
Laws of Equivalence in Discrete mathematics
12:02
laws of Equivalence in Discrete mathematics
10:48
Propositional Logic in Discrete mathematics
09:27
Composite Function in Discrete mathematics
07:59
Identity function | Inverse function |Discrete mathematics| easy way
08:49
INTO| ONTO Function|Discrete mathematics|easy way
10:01
Types of functions in Discrete Mathematics